Here ,
n1 = 1.17
n2 = 1.49
let the angle of refraction is theta2
Using Snell's law
n1 * sin(theta1) = n2 * sin(theta2)
1.17 * sin(14.5 degree) = 1.49 * sin(theta2)
theta2 = 11.3 degree
the angle of refraction theta2 is 11.3 degree
A light ray propagates in Material 1 with index of refraction ni = 1.17, strikes an...
A light ray propagates in Material 1 with index of refraction n = 1.17, strikes an interface, then passes into Material 2 with index of refraction n2 = 1.49. The angle of incidence at the interface is 01 = 21.3°. Find the angle of refraction 0, . Material 1 02 = Material 2
A light ray propagates in Material 1 with index of refraction ni = 1.25, strikes an interface, then passes into Material 2 with index of refraction n2 = 1.49. The angle of incidence at the interface is 0 = 20.1°. e Determine the angle of refraction 02. Material 1 Material 2 02 =
A light ray propagates in Material 1 with index of refraction ni = 1.19, strikes an interface, then passes into Material 2 with index of refraction n2 = 1.49. The angle of incidence at the interface is 01 = 44.3º. Find the angle of refraction 02. - - Material 1 - - 02 = Material 2 - - - - - - - = =
A light ray propagates in a material with index of refraction 1.15, strikes an interface, and passes into a material whose index of refraction is 1.33. The angle of incidence at the interface is 26.7 degree. Find the angle of refraction. theta = Number ______ degree
A light ray propagates in Material with index of refraction m = 1.11. strikes an interface, then passes into Material 2 with index of refraction ny - 1.41. The angle of incidence at the interface is a = 39.3". Find the angle of refraction fly, Material Material 2 ----
A light ray propagates in a material with index of refraction 1.11, strikes an interface, and passes into a material whose index of refraction is 1.47. The angle of incidence at the interface is 40.7. Find the angle of refraction Number e- 40.7°: 1.11 1.47
ASAPP A light ray propagates in Material 1 with index of refraction 1.23, strikes an interface, then passes into Material 2 with index of refraction na = 1.43. The angle of incidence at the interface is , = 29.1. Determine the angle of refraction 0. Material Material 2 02 108 m/s. Given that the index of refraction in ethanol is 1.361, what is the The speed of light c in a vacuum is 2.997 speed of light Vethanol in ethanol?...
1. When light propagates from a material with a given index of refraction into a material with a smaller index of refraction, the speed of the light A) incease B) decrease C) remain constant 2. What is the minimum value that the index of refraction can have? A) 0 B) +1 C) -1 D)between zero and 1 3) Now consider a ray of light that propagates from water (n=1.33) to air (n=1). If the incident ray strikes the water-air interface...
A light ray in a material with index of refraction na strikes the interface of another material nb at an angle of θa. If na=1.5, nb=2.4, and θa=38.8∘, what is the angle of refraction θb (in degrees)?
A ray of light propagates in air, entering a rectangular quartz prism with index of refraction 1.66 at an incidence angle of 69⁰. After it passes through the quartz, it enters a fluid with index of refraction 1.22. (a) What is the refracted angle when the light enters the quartz? (b) What is refracted angle of the light when it enters the fluid? (c) How much does the light speed up when it enters the fluid?